{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "在OpenCV安装目录下找到课程对应演示图片(安装目录\\sources\\samples\\data)，首先计算灰度直方图，进一步使用大津算法进行分割，并比较分析分割结果。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "#本程序用于显示图片的直方图\n",
    "import cv2  #导入opencv模块\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "\n",
    "img = cv2.imread(\"D:\\\\AI19\\\\OpenCV\\\\data\\\\lena.jpg\")  #导入图片，图片放在程序所在目录\n",
    "cv2.imshow('imagshow', img)    #显示原始图片\n",
    "\n",
    "\n",
    "cv2.waitKey(0)\n",
    "cv2.destroyAllWindows()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#本程序用于显示图片的直方图\n",
    "import cv2  #导入opencv模块\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "gray=cv2.cvtColor(img,cv2.COLOR_BGR2GRAY) #转换为灰度图\n",
    "plt.hist(gray.ravel(), 256, [0, 256]) #计算灰度直方图\n",
    "plt.show()\n",
    "\n",
    "# 蓝 绿 红\n",
    "color = ('b', 'g', 'r')#颜色分量\n",
    "for i, col in enumerate(color):\n",
    "    histr = cv2.calcHist([img], [i], None, [256], [0, 256])  #计算颜色分量直方图\n",
    "    plt.plot(histr, color=col)  #绘制直方图\n",
    "    plt.xlim([0, 256])\n",
    " \n",
    "plt.show()   #显示直方图\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Hellow word!\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "32"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#本程序用于大津算法的实现\n",
    "import cv2  #导入opencv模块\n",
    "import numpy as np\n",
    "\n",
    "\n",
    "print(\"Hellow word!\")     #打印“Hello word！”，验证模块导入成功\n",
    "\n",
    "img = cv2.imread(\"test.jpg\")  #导入图片，图片放在程序所在目录\n",
    "cv2.namedWindow(\"imagshow\", 2)   #创建一个窗口\n",
    "cv2.imshow('imagshow', img)    #显示原始图片\n",
    "\n",
    "gray=cv2.cvtColor(img,cv2.COLOR_BGR2GRAY) #转换为灰度图\n",
    "retval,dst = cv2.threshold(gray, 0, 255, cv2.THRESH_OTSU) #使用大津算法进行图像二值化\n",
    "\n",
    "cv2.namedWindow(\"dst\", 2)   #创建一个窗口\n",
    "cv2.imshow(\"dst\", dst)\n",
    "\n",
    "\n",
    "cv2.waitKey()"
   ]
  },
  {
   "attachments": {
    "dajintest.jpg": {
     "image/jpeg": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "结论：![dajintest.jpg](attachment:dajintest.jpg)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
